{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "32a2da16",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Loaded PyTorch FinCast, python version 3.11.13 (main, Jun  5 2025, 13:12:00) [GCC 11.2.0].\n"
     ]
    }
   ],
   "source": [
    "import json\n",
    "import os\n",
    "import sys\n",
    "import time\n",
    "import numpy as np\n",
    "import pandas as pd\n",
    "\n",
    "from types import SimpleNamespace\n",
    "\n",
    "\n",
    "from data_tools.TSdataset import TimeSeriesDataset_MultiCSV_train_Production\n",
    "\n",
    "from tools.inference_utils import FinCast_Inference, plot_last_outputs"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "d3ef345d",
   "metadata": {},
   "outputs": [],
   "source": [
    "#paths to set up\n",
    "\n",
    "# data path -> #path to your data\n",
    "# model_path -> #the pth file for model path\n",
    "# save_output_path -> #path for saving your outputs.\n",
    "\n",
    "\n",
    "\n",
    "data_path = \"\"               #path to your data\n",
    "\n",
    "model_path = \"\"            #the pth file for model path\n",
    "\n",
    "save_output_path = \"\"          #path for saving your outputs.\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "a360734a",
   "metadata": {},
   "outputs": [],
   "source": [
    "## set up \n",
    "\n",
    "config = SimpleNamespace()\n",
    "\n",
    "#device\n",
    "config.backend = \"gpu\"                    #cpu for cpu only, gpu for cuda gpu\n",
    "\n",
    "#model path\n",
    "config.model_path = model_path\n",
    "\n",
    "#model version\n",
    "config.model_version = \"v1\"           #only v1 for now, v1 is the 1b model in cikm 2025 paper, will release a better v2 soon with better performance and smaller size\n",
    "\n",
    "\n",
    "#data related\n",
    "config.data_path = data_path\n",
    "config.data_frequency = \"m\"       #supports from second to year, use s for second, y for year and so for\n",
    "config.context_len = 128             #input length for forecast input, from 32 to 1024\n",
    "config.horizon_len =  32           #output length for forecast output, from 1 to 256\n",
    "\n",
    "config.all_data = False               #boolean, False => only use the last input(input = context length), True =>  stride = 1, slices all input data and inference\n",
    "\n",
    "config.columns_target = ['Close']             #the columns which you want to forecast, can use both int (index of that column) or str for column name\n",
    "\n",
    "config.series_norm = False            #True for norm each series, false for not norm.\n",
    "\n",
    "config.batch_size = 64                #go lower if you have a smaller vram.\n",
    "\n",
    "\n",
    "#output related\n",
    "config.forecast_mode = \"mean\"         #mean or median\n",
    "config.quantile_outputs = []          #put in the optional quantile outputs you want, from q1 to q9, leave empty for nothing\n",
    "\n",
    "\n",
    "config.save_output = True            #saves numeric outputs to csv\n",
    "config.save_output_path = save_output_path\n",
    "\n",
    "config.plt_outputs = True             #plt all the last outputs\n",
    "config.plt_quantiles = [1, 3, 7, 9]             #quantiles to plt, from 1 to 9, use int\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "06a64b55",
   "metadata": {},
   "outputs": [],
   "source": [
    "#auto run code, just run this cell\n",
    "fincast_inference = FinCast_Inference(config)\n",
    "\n",
    "\n",
    "preds, mapping, full_outputs = fincast_inference.run_inference()\n",
    "\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "1343a764",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x400 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[saved] mean -> /home/vincent-4090/Documents/GitHub/FinCast-fts/results/fincast_mean_20250904_180504.csv\n",
      "[saved] full  -> /home/vincent-4090/Documents/GitHub/FinCast-fts/results/fincast_full_20250904_180504.csv\n"
     ]
    }
   ],
   "source": [
    "if getattr(config, \"plt_outputs\", True):\n",
    "    plot_last_outputs(\n",
    "    fincast_inference=fincast_inference,\n",
    "    mean_all=preds,\n",
    "    mapping_df=mapping,\n",
    "    full_all=full_outputs,\n",
    "    config=config,\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "2baebaf3",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "fincast_v1",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.11.13"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
